Classroom Tips and Techniques: Diffusion with a Generalized Robin Condition - Maple Application Center
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Application Center Applications Classroom Tips and Techniques: Diffusion with a Generalized Robin Condition

Classroom Tips and Techniques: Diffusion with a Generalized Robin Condition

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: Maplesoft AuthorDr. Robert Lopez
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The one-dimensonal heat equation with a generalized Robin condition is solved on [0, 1] by a finite-difference scheme and by the Laplace transform, with the inversion implemented numerically. The left end is insulated and the initial temperature is zero. The Robin condition at the right end is driven by a function governed by an ODE, that is in turn, driven by the endpoint temperature.

Application Details

Publish Date: September 17, 2010
Created In: Maple 14
Language: English
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Maple Tips & Techniques

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pde heat-transfer numerical-analysis

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